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kenri_basar1

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Everything posted by kenri_basar1

  1. kenri_basar1
    <p><a href="/photodb/user?user_id=1899361">Gus Lazzari</a> WOW! Amazing reply!<br> Thanks!<br> I'll let you know if I have defeated the lens or not. </p>
  2. kenri_basar1
    <p><a href="/photodb/user?user_id=7734032">Chris Garner, </a>Thank you for your reply. Yes, I saw in one of the tutorial how to open up the lens this way but even after applying some force, this lens won't open up. It s in a very beaten condition...<br> <a href="/photodb/user?user_id=2698706">Gordon Yee, </a>Thanks for the video! I've already watched it last night and same thing... I am not able to open up the lens even after some force... <br> I guess I need to by a new one for him since he gave it to me for lens cleaning and when I opened up the rear glass and tried to clean the glass part before the aperture blades, the blades moved from their original place. <br> <a href="/photodb/user?user_id=1762819">Peter Galuszewski </a>Thanks nevertheless.</p> <p> </p>
  3. kenri_basar1
    <p><a href="/photodb/user?user_id=1762819">Peter Galuszewski</a> Thank you very much for your reply.<br> It wold be GREAT if you could help me. <br> As you can see, the aperture blades have come off so I need to fix this, actually for a friend. <br> <img src="http://i927.photobucket.com/albums/ad116/kenribasar/DSC02938_zpsaqzrcosh.jpg?t=1438677071" alt="" width="1024" height="681" /></p> <p><img src="http://i927.photobucket.com/albums/ad116/kenribasar/DSC02940_zpspxbaamxm.jpg?t=1438677068" alt="" width="1024" height="681" /></p> <p><img src="http://i927.photobucket.com/albums/ad116/kenribasar/DSC02939_zps8rfuf5cl.jpg?t=1438677065" alt="" width="1024" height="681" /></p>
  4. kenri_basar1
    <p>Hello friends,<br> I have some experience with opening up lenses but I am unable to figure out how to open Helios-44-2 from the front part esp. to access the aperture blades because they have come off. <br> I've searched online and found few videos but I haven't actually found what I am looking for. In one of the video, the volgger asks to rotate the front part to open the lens but the lens that I have won't open this way....<br> <strong>Please do not</strong> ask me to send them to a repair centre as there are none around me (I live in a remote village in India-China border) and also the lens is so beaten that the expense of sending it somewhere far won't justify it. Also I have prior experience opening up lenses and cleaning them so someone who knows, please help me out.<br> Thank you.</p>
  5. kenri_basar1
    <p>Thank you :)</p>
  6. kenri_basar1
    <p>Hello,<br> Can film negatives (unused and used) be stored in a transparent airtight box in the fridge/ freezer or should it be in an opaque black airtight box?<br> I've put all the unused films with their canisters intact and used films inside the canister and stored them in the freezer inside a transparent Tupperware box but I was wondering if it should be in an opaque box.<br> Any input?<br> Thank you.</p>
  7. kenri_basar1
    <p>Does saving JPEG files in smaller size than than the maximum camera MP capacity makes it look better for online sharing?<br> Total noob here. I was thinking along the line of compress and imagining megapixels in a tighter smaller frame.</p> <p>Thank you.</p>
  8. kenri_basar1
    <p>I think it has been etched on the coating/ glass permanently... and yes I can feel the roughness when I run my finger over it... I see, so it it is permanent...<br> Thank you all. </p>
  9. kenri_basar1
    <p>Thank you all!!! Lovely replies.... :D Cheers~</p>
  10. kenri_basar1
    <p>Can I use Window cleaner (Colin) to clean fungus from old manual lenses?<br> I've used it before on the surface but now I've run out of lens cleaning solution so I was wondering if I can use it to clean fungus since I am dismantling few old Manual focus lenses and cleaning the inner elements now.<br> I've read somewhere that it destroys the lens coating but I've not notice (obvious) damage to the glass. Instead they look sparkly clean and also non static.<br> Can someone tell me why I shouldn't use or if it is okay to use the glass cleaner on lens for fungus cleaning?<br> What is the composition of the glass cleaner vs lens cleaner?<br> Does it make any difference?<br> Thank you.</p> <div></div>
  11. kenri_basar1
    <p>How to remove fungus etched marks on the lens element?<br> I've cleaned the lens of fungus but the fungus have left behind whitish etched marks on the lens. I am not sure but I think it is making the photo a bit soft. Is there a way to remove the etched marks as well? <br> <img 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
  12. kenri_basar1
    <p>I've used Proplus 200 earlier and on the pack it says "Professional pack". It wasn't expensive at all as other "Professional" film rolls that I've never used but often see online. For a pack of 5, I got it for Rs. 350 (print price)!<br> Recently I visited Guwahati, Assam and picked Fujifilm C200. A bungle of 10 cost me Rs.1150.<br> I was wondering if it is the same film... <br> I am kind of stille new to Film Photography even though it's been 2 years since I picked up Analogue photography... I haven't developed any films yet and still can't make the difference out much but I am interested to know more about the films that I use.<br> On the carton on Proplus 200, it says it is manufactured by Jindal Photo ltd., India. Also there is description in Hindi language as well so I am guess that Proplus 200 is the same as C200 but for Indian market. On the carton of C200, it is written made in Japan by Fujifilm corporation.<br> I haven't found much about Proplus 200 on the net but I see that many international photographers have used C200 which makes me wonder if they are the same but marketed for Indian and other countries separately.<br> Hopefully someone can throw some light on it.</p>
  13. kenri_basar1
    <p>What is the difference between Fujicolor C200 and Fujicolor Proplus 200?</p>
  14. kenri_basar1
    <p>Thank you all for your replies, appreciated.</p>
  15. kenri_basar1
    <p>Hi @C Watson.<br> I've already Googled it so I am asking here since I couldn't find answer top my question.<br> There are many DIY on changing the lightseals esp on the back of the camera but I've not come across any for Mirror Brake. Also I was thinking if a camera will work well without the Mirror Brake, any idea?</p>
  16. kenri_basar1
    <p>Hello,<br> Will an SLR camera work fine without <strong>Mirror Damper or Mirror Brake</strong>? <br> Mine Pentax MX doesn't have <strong>Mirror Damper or Mirror Brake</strong>, so how to replace it with a piece of form or felt or wool? Any DIY tips?<br> <img 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
  17. kenri_basar1
    <p>Thank you @Jochen Schrey for your reply.</p>
  18. kenri_basar1
    <p>Hello,<br> I know that 35mm lenses has crop factor of 2x on MFT cameras so my question is what is the crop factor of C-Mount lens on MFT bodies?</p> <p>I am generally weak in maths (and logic) so kindly help me with simple answer.</p> <p>Thank you in advance.</p> <p> </p>
  19. kenri_basar1
    <p>23rd June 2015...still waiting for the scans... as promised by you :)<br> Got 10 of it recently and I want to see the results from other forum members... </p><div></div>
  20. kenri_basar1
    <p>Thank you so much for the reply. I could finally figure it out.<br> Have a nice day~</p>
  21. kenri_basar1
    <p>Hello friends,<br> Can someone help me with opening up the lens.<br> I am a novice in manual lens cleaning and repair. I am unable to open up this lens.<br> The focus ring was stiff so I put some machine oil and rotated it with force that now it moves freely without focusing the lens (I know I may have broken something inside).<br> I am unable to open the lens to check and repair so it would be really nice if someone who has the knowledge or someone with prior experience can help me.<br> Thank you in advance. </p> <p> </p>
  22. kenri_basar1
    <p>Hello,<br> I got this used Nikon 24mm f/2.8 AI-S lens from ebay. While removing the lens (screw) hood, the front part of the lens came out and the entire inner part with the glass and diaphragm has come out. <br> It happened earlier too but I don't remember now, somehow I could put them together but today I am unable to put it back. The inner part fits back inside but the aperture blade doesn't open and close.<br> Can someone kindly help me how to put the inner part of the lens back.<br> Kindly see the photo for reference please.<br> Sorry I am unable to explain it better since English is not my first language but looking at the photo maybe you can figure it out.<br> <img src="http://im1.shutterfly.com/media/47a5db09b3127ccee96ce537e94700000030O00AcNXLJuzcsXIPbz4S/cC/f%3D0/ls%3D00901937295820150528175717373.JPG/ps%3D50/r%3D0/rx%3D550/ry%3D400/" alt="" /><br> <img 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
  23. kenri_basar1
    <p>Thank you both for the answer.</p>
  24. kenri_basar1
    <p>I don't know if anyone has done it before but I would like to try Instant film on 35mm SLR camera.</p>
  25. kenri_basar1
    <p>Thank you all for your replies.<br> A special shout-out to Mr. Subbarayan Prasanna.</p>
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